A necessary condition for a mayer type set-valued optimization problem governed by a discrete inclusion system
Özkan Değer · AIP conference proceedings · 2021
In this work we have considered a Mayer type problem governed by a discrete inclusion system with Lipschitzian set-valued mappings. A necessary condition for K-optimal solutions of the problem is given via local approximations which is considered the lower and upper tangent cones of a set and the lower derivative of the set-valued mappings.